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Explores limitations of oscillator-to-oscillator codes in quantum information, proving they lack a threshold property for error correction when using constant squeezing and maximum likelihood decoding.
Explores mix-norms and correlation decay rates in complex flows, discussing q-recurrence, q-transience, and their implications for measuring mixing intensity in various systems.
Explore small scale formations in incompressible porous media equations, including infinite-time growth of Sobolev norms and potential finite-time blow-up scenarios.
Explore nonlinear network observability in autonomous systems, covering analytical and empirical tools for sensor selection, network analysis, and applications in engineering and biology.
Explore a multi-population traffic flow model accounting for vehicle automation, analyzing strategic choices based on information levels and their impact on traffic efficiency.
Explores deployment scenarios and network impacts of autonomous fleet mobility services, discussing optimization challenges, integration with existing transit, and potential societal benefits.
Exploring formal verification, monitoring, and safety case formalization for assurance-based learning-enabled cyber-physical systems, focusing on autonomous vehicles and their complex components.
Explore programming abstractions for distributed robotic systems, focusing on platform-independent control and coordination code that's portable and verifiable, using the Koord language.
Explore innovative traffic control strategies, from individual vehicle management to large-scale systems, addressing technological advancements and methodological challenges in road traffic management.
Explore perception and learning for autonomous driving, covering sensor suites, deep neural networks, and object detection techniques in this comprehensive tutorial.
Explore arctic curves in statistical mechanics, focusing on the six-vertex model with ice point and domain-wall boundary data. Learn about the geometric tangent method for locating arctic boundaries.
Explore recent advancements in Schubert calculus and its connection to quantum integrable systems, focusing on combinatorial formulae for intersection numbers and their extensions.
Explore algebraic entropy in combinatorial dynamical systems, focusing on T-systems and R-systems. Discover classification results and connections to Cartan matrices and dynamical algebraic combinatorics.
Exploration of the 5-vertex model, a generalization of lozenge tiling, discussing free energy, surface tension, and probabilities. Insights into asymptotic algebraic combinatorics and lattice path models.
Explore advanced techniques for solving high-dimensional Hamilton-Jacobi equations, comparing generalized Hopf-Lax formulas with machine learning approaches in control and differential games.
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